Definition in file op_fix_sin.c.
#include "dsp.h"
Go to the source code of this file.
Defines | |
#define | DSP16_MODULO_1_MASK (((U16) -1) >> (16 - (DSP16_QB+1))) |
#define | DSP32_MODULO_1_MASK (((U32) -1) >> (32 - (DSP32_QB+1))) |
Functions | |
dsp16_t | dsp16_op_kernel_cosfix (dsp16_t angle) |
dsp16_t | dsp16_op_kernel_sinfix (dsp16_t angle) |
dsp16_t | dsp16_op_sin (dsp16_t angle) |
16-bit fixed point version of the sine function. | |
dsp32_t | dsp32_op_kernel_cosfix (dsp32_t angle) |
dsp32_t | dsp32_op_kernel_sinfix (dsp32_t angle) |
dsp32_t | dsp32_op_sin (dsp32_t angle) |
32-bit fixed point version of the sine function. |
#define DSP16_MODULO_1_MASK (((U16) -1) >> (16 - (DSP16_QB+1))) |
#define DSP32_MODULO_1_MASK (((U32) -1) >> (32 - (DSP32_QB+1))) |
Definition at line 49 of file op_kfix_cos.c.
References DSP16_Q, and DSP16_QB.
Referenced by dsp16_op_sin().
00050 { 00051 // Coefficients of the 4th order Tchebychev polynom to calculate a cosine. 00052 const dsp16_t c0 = DSP16_Q(1.); 00053 const dsp16_t c2 = DSP16_Q(0.61651611328125); 00054 const dsp16_t c4 = DSP16_Q(0.1231689453125); 00055 S32 z, suma; 00056 00057 // Computation of the polynom 00058 z = (angle*angle) >> (DSP16_QB - 3); 00059 suma = c2 - ((z*c4) >> (DSP16_QB + 1)); 00060 00061 return (c0 - ((z*suma) >> DSP16_QB)); 00062 }
Definition at line 49 of file op_kfix_sin.c.
References DSP16_Q, and DSP16_QB.
Referenced by dsp16_op_sin().
00050 { 00051 // Coefficients of the 5th order Tchebychev polynom to calculate a sine. 00052 const dsp16_t s1 = DSP16_Q(0.785369873046875); 00053 const dsp16_t s3 = DSP16_Q(0.322784423828125); 00054 const dsp16_t s5 = DSP16_Q(0.03875732421875); 00055 S32 z, suma; 00056 00057 // Computation of the polynom 00058 z = (angle*angle) >> (DSP16_QB - 3); 00059 suma = s3 - ((z*s5) >> (DSP16_QB + 1)); 00060 suma = s1 - ((z*suma) >> (DSP16_QB + 1)); 00061 00062 return (angle*suma) >> (DSP16_QB - 2); 00063 }
Definition at line 65 of file op_kfix_cos.c.
References DSP32_Q, and DSP32_QB.
Referenced by dsp32_op_sin().
00066 { 00067 // Coefficients of the 12th order Tchebychev polynom to calculate a cosine. 00068 const dsp32_t one = DSP32_Q(1.); 00069 const dsp32_t half = DSP32_Q(0.61685027507); //0.5*(pi^2/8); 00070 const dsp32_t C1 = DSP32_Q(0.50733903092); //(4.1666667908e-02*pi^2)*(pi^2/8); 00071 const dsp32_t C2 = DSP32_Q(-0.16690785015); //(-1.3888889225e-03*pi^4)*(pi^2/8); 00072 const dsp32_t C3 = DSP32_Q(0.02941632920); //(2.4801587642e-05*pi^6)*(pi^2/8); 00073 const dsp32_t C4 = DSP32_Q(-0.00322586085); //(-2.7557314297e-07*pi^8)*(pi^2/8); 00074 const dsp32_t C5 = DSP32_Q(0.00024118485); //(2.0875723372e-09*pi^10)*(pi^2/8); 00075 const dsp32_t C6 = DSP32_Q(-0.00001295308); //(-1.1359647598e-11*pi^12)*(pi^2/8); 00076 long long z, suma, produ; 00077 00078 // Computation of the polynom 00079 z = (long long) angle; 00080 z = (z*z) >> DSP32_QB; 00081 00082 produ = (z*C6) >> DSP32_QB; 00083 00084 suma = C5 + produ; 00085 produ = (z*suma) >> DSP32_QB; 00086 suma = C4 + produ; 00087 produ = (z*suma) >> DSP32_QB; 00088 suma = C3 + produ; 00089 produ = (z*suma) >> DSP32_QB; 00090 suma = C2 + produ; 00091 produ = (z*suma) >> DSP32_QB; 00092 suma = C1 + produ; 00093 produ = (z*suma) >> DSP32_QB; 00094 produ = z*produ; 00095 00096 return (one - (((half*z - produ)) >> (DSP32_QB - 3))); 00097 }
Definition at line 66 of file op_kfix_sin.c.
References DSP32_Q, and DSP32_QB.
Referenced by dsp32_op_sin().
00067 { 00068 // Coefficients of the 13th order Tchebychev polynom to calculate a sinus. 00069 const dsp32_t S0 = DSP32_Q(0.78539816340); //pi/4; 00070 const dsp32_t S1 = DSP32_Q(-0.64596411675); //-1.6666667163e-01*pi^3/8; 00071 const dsp32_t S2 = DSP32_Q(0.31877052162); //8.3333337680e-03*pi^5/8; 00072 const dsp32_t S3 = DSP32_Q(-0.07490806720); //-1.9841270114e-04*pi^7/8; 00073 const dsp32_t S4 = DSP32_Q(0.01026823400); //2.7557314297e-06*pi^9/8; 00074 const dsp32_t S5 = DSP32_Q(-0.00092125426); //-2.5050759689e-08*pi^11/8; 00075 const dsp32_t S6 = DSP32_Q(0.00005769937); //1.5896910177e-10*pi^13/8; 00076 long long z, v, suma, produ; 00077 00078 // Computation of the polynom 00079 z = (long long) angle; 00080 z = (z*z) >> DSP32_QB; 00081 v = (long long) angle; 00082 v = (z*v) >> DSP32_QB; 00083 00084 produ = (z*S6) >> DSP32_QB; 00085 suma = S5 + produ; 00086 produ = (z*suma) >> DSP32_QB; 00087 suma = S4 + produ; 00088 produ = (z*suma) >> DSP32_QB; 00089 suma = S3 + produ; 00090 produ = (z*suma) >> DSP32_QB; 00091 suma = S2 + produ; 00092 00093 produ = (z*suma) >> DSP32_QB; 00094 suma = S1 + produ; 00095 produ = (v*suma) >> (DSP32_QB - 3); 00096 00097 return ((S0*((long long) angle)) >> (DSP32_QB - 2)) + produ; 00098 }